The circuit shown in the figure below is at steady state before the switch closes. The response of the circuit is the voltage v(t). Find v(t) for t> 0. [= 0 400 400 t= 0 100 V 600 i()R0.1 H 0.5 A

A circuit with a battery, 2 resistors, a capacitor, and a switch is built as shown in the figure. The battery has voltage V=24.0V, resistor R1= 5.002, resistor R2= 20.02, and capacitor C=150.00µF. At t=0 the switch S is closed and the capacitor C is initially uncharged. 5. R, a. Find the time constant, t, for charging the capacitor. S b. Find the voltage across the capacitor t=4.20x10³s after the switch is closed.

In the circuit shown the initial voltages across the capacitors C, and C₂ are 2V and 4V, respectively. The switch is closed at time t = 0. The total energy dissi- pated (in Joules) in the resistor R until steady state is reached, is t = 0 :4F 592 N 2F

Find VouT(t) for t > 0 when the switch closes in the circuit below at time t = 0. The capacitor has no initial energy stored prior to t = 0. VIN = 5 V. Solve also for Vout(2t). 2F 200 200 t=0 VIN VOUT